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Pull Request for AHRS IO Processor #16
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Commits on May 8, 2020
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Make edits for the pull request
There is a problem that may be cause by these changes, that being not closing the handle, since the loop will run forever, I would have to close the loop on some sort of exit condition. I am not sure if the handle closes if the process is killed, if so, then I guess it should be fine.
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Add functionality to get roll and pitch angles
This reverts commit e2ea108.
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Change order of #includes fixed build errors...
I have no idea why exactly but the build errors only got fixed when I changed the order of the includes in AHRSInputIOProcessor.hpp.
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Commits on May 10, 2020
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Add Comments Explaining Byte Capture
I added some comments explaining how I am capturing the bytes of the Euler Angles from the message in the buffer. Quick version here, I first capute a 2 times the size of the message into a buffer, I then search for the begining of the message, when I find it, I then jump to the index where the Angles are stored. I then add each group of 8 bytes for each angle backwords into arrays to then be converted. I add them in backwords since the AHRS is big endian and the computer we are converting them to doubles on is little endian. After each angle's 8 bytes are storred in an array, I then cast them into doubles, where they can then be sent. Hopefully that makes sense, feel free to ask me any questions about it.
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I fixed the math for getting the bytes for the Angles to make a bit easier to understand. I also clarfied my comments a bit to try and make them clearer with the explanation.
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I further clarified my comments and also renamed index to dataStart to make it more clear what it was.
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Changed "index" to "dataStart" in diagram to make it more clear.
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Commits on May 11, 2020
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Add more specifics to Config message comments
Matt committedMay 11, 2020 Configuration menu - View commit details
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Change arround data byte capture math
Changed the for loop to loop backwords itself so that the equations for actually getting the bytes only use +'s. They are still basically the same equations, but hopefully they are a little more intuitive...
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